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Electromagnetic analysis of dielectric objects using the Characteristic Basis Function Method

机译:基于特征基函数法的介电体电磁分析

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The Characteristic Basis Function Method (CBFM) and its variants are designed to solve large-scale electromagnetic problems numerically efficiently with limited computing resources. CBFM enables the user to set an upper limit on the size of the matrix equation that must be inverted when modelling a variety of electromagnetic problems. The CBFM is free from the primary memory constraints of the available computing machines and avoids the use of any iterative method. The CBFM is easily parallelisable and is especially suitable for shared memory implementations. Perfect electrical conductors (PEC) are quite successfully modelled using the CBFM. This contribution investigates the use of the CBFM for the problem of computing the electromagnetic (EM) fields inside dielectric objects. Two versions of the CBFM suitable for dielectric objects are presented. Numerical results are summarised to demonstrate the efficacy of the CBFM for EM analysis of dielectric objects.
机译:特征基函数方法(CBFM)及其变体旨在利用有限的计算资源以数字方式有效地解决大规模电磁问题。 CBFM使用户可以设置在对各种电磁问题建模时必须求逆的矩阵方程的大小上限。 CBFM不受可用计算机的主要内存限制,并且避免使用任何迭代方法。 CBFM易于并行化,尤其适用于共享内存实现。完美的电导体(PEC)已使用CBFM成功建模。该文稿调查了CBFM在计算介电物体内部电磁场问题方面的用途。介绍了适用于介电物体的两种版本的CBFM。总结了数值结果,以证明CBFM对介电物体进行EM分析的功效。

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